Ab has endpoints at (-9, 12) and (3, -6). Its transformation a'b' has endpoints at (-3, 4) and (1, -2). What type of transformat
ion occurred? Are lengths of segments affected by this type of transformation? Justify. A) reflection; no; the lengths of the two segments are the same. b) rotation; yes; the length of segment a'b' is longer than the original segment ab. c) dilation by a scale factor of 3; yes; the length of segment a'b' is shorter than the original segment ab. d) dilation by a scale factor of 1 3 ; yes; the length of segment a'b' is shorter than the original segment ab.
This is the concept of algebra, we are required to add up the terms given above, here we shall have: 3/(4x)+21/(8x)+26x+15 when we sum up we get: 27/(8x)+26x+15 =(27+208x^2+120x)/(8x) The simplified form of the summation of the terms is: (27+208x^2+120x)/(8x)
